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0%,0.78495575221239%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAArUlEQVRYhWNgGAWjYBSMglEwCoYquL5hA8+j83uk9i/tEaHEHCZyNNWHhrI9+/Fx+pNnn8//+s+/flF3MRe5DmAhR5ONFr8C79f7dgrKxmJf/v1kkmPjV2JgYLhCNwc8u3df7tWHrzyLDt175SD9j4X77xcPch3ASI4mMxUVvm+/GZ3+MrKc42L6KvPvH9OT8w8ePCLHLHIBGwNq6LHR0/JRMApGwSgYBaOAqgAA7lYz/9ee9S0AAAAASUVORK5CYII=) 15 15, auto;}
0.88495575221239%,1.6699115044248% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.7699115044248%,2.5548672566372% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.6548672566372%,3.4398230088496% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.5398230088496%,4.3247787610619% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.4247787610619%,5.2097345132743% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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10.619469026549%,11.404424778761% {cursor:url(data:image/png;base64,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) 17 5, auto;}
11.504424778761%,99.9% {cursor:url(data:image/png;base64,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) 16 4, auto;}
}
div.testarea{
animation:rwdcur212546 18.833333333333s linear infinite forwards;
}
